The construction of ΔEFG when FG=3cm and m∠G=60∘ is possible when difference of EF and EG is equal to:
3.2cm
3.1cm
3cm
2.8cm
A
2.8cm
B
3.2cm
C
3.1cm
D
3cm
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Solution
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The difference possible isn't a constant
It could range from 0 to less than 3cm
It says less than 3cm, and not equal to 3cm . This is so because sum of 2 sides is always greater than the third side in a triangle.
∴EF−EG<3cm
From the given options, D is the only possible solution as the rest are ≥3cm
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